Mathematics Identity of Prospective Mathematics Teachers: Content Analysis of Open-Ended Survey Questions

Q3 Social Sciences
A. Kurniawati, D. Juniati, A. Abadi
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引用次数: 0

Abstract

Many problems faced by mathematics learners both at the school and college levels have occurred so far. Mathematics education students involved in mathematics daily also face various problems, be it problems related to cognitive and affective abilities. Problems such as the emergence of mathematical anxiety, negative self-perception of mathematics, lack of mathematical competence, and many other problems have become the recent focus in mathematics education research. So, how do mathematics education students, especially prospective mathematics teachers, view themselves as related to mathematics? What is their mathematical identity? This study aims to determine the mathematics identity possessed by prospective mathematics teachers. To find out the mathematics identity of prospective mathematics teachers, a descriptive design utilizing a survey with five open-ended questions was asked. Demographic data were analyzed using descriptive frequencies, while the five open-ended questions were analyzed using summative content analysis to analyze free-text responses from 225 prospective mathematics teachers. Free-text responses contain answers to five questions in each component of the mathematical identity obtained from disseminating questions through google forms. We obtained the results that prospective mathematics teachers generally have a positive mathematical identity, but some components need improvement. However, it was also found that the results were quite surprising concerning the mathematical identity of the prospective mathematics teacher. A complete explanation will be discussed in this article.
准数学教师的数学认同:开放式调查问题的内容分析
到目前为止,数学学习者在学校和大学层面都面临着许多问题。数学教育学生在日常数学学习中也面临着各种各样的问题,无论是与认知能力还是情感能力有关的问题。数学焦虑的出现、对数学的消极自我认知、数学能力的缺乏等问题已成为数学教育研究的热点。那么,数学教育学生,尤其是未来的数学教师,是如何看待自己与数学的关系的呢?他们的数学恒等式是什么?本研究旨在确定未来数学教师所具有的数学身份。为了了解未来数学教师的数学身份,采用描述性设计,利用五个开放式问题进行调查。人口统计数据使用描述性频率进行分析,而五个开放式问题使用总结性内容分析进行分析,以分析225名未来数学教师的自由文本回答。自由文本回复包含通过谷歌表格传播问题所获得的数学恒等式的每个组成部分中的五个问题的答案。我们得出的结果是,未来的数学教师通常具有积极的数学身份,但某些组成部分需要改进。然而,研究还发现,关于未来数学教师的数学身份,结果相当令人惊讶。完整的解释将在本文中讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Participatory Educational Research
Participatory Educational Research Social Sciences-Education
CiteScore
1.50
自引率
0.00%
发文量
147
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